Ebene monomiale Kurve/X^3+Y^b/Addition/Rechtsäquivalenz/Aufgabe

< Ebene monomiale Kurve < X^3+Y^b < Addition < Rechtsäquivalenz

Sei ${}b\geq 3$ . Zeige, dass ${}X^{3}+Y^{b}$ zu ${}X^{3}+Y^{b}+X^{4}$ rechtsäquivalent

ist.

Eine Lösung erstellen

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